ữKỹỵÊÕẰƯƯsỳỤlLỨÕỆỳỵƯỨ=ÕỆsỳỨỆ#Ứ-ẰÕLJỐủỵÕỆĨỨũỳv“4KẶỒỵ=HỪỵỨKXRỐJ”ỵÊKỒỵẼÌỐKỵỐKDỐỵỐJKèỒữ/KỹvữỤỵÊÕẰƯƯsỳỤẳỆẰẾỳvữỆÔvổÝẰỵỦỪẰưỵữ/ỆÔvỨẴLỵ3ÌỐKỵỸLÌỐỵ6ẰỵỎKỒẰỵKỪ=ÌỐỵdXTỐJỵcẶỨưỵ6ỞỐỵ3LHỐỵỤKỔỐJỵ4ỴẰỵỎKẸỪỵlỂỐỵlẨỐỵỤKỢLỵKUỤỵỸSLỵm3đ5ỵỨKOỵỨŨĐỐỵdXTỐJỵcẶỨưỵ3ÌỐKỵỸLÌỐỵ6ẰỵỎKỒẰỵKỪ=ÌỐỵdXTỐJỵcẶỨưỵỐKỘÔỵỨÝỵỨKLÌỐỵỉKXSÊỵẳẴỐKưỵỀẤỵỨPỵÊKYÊỵ4KXRỐJỵỨŨNỐKỵ“4KẶỒỵ=HỪỵỨKXRỐJ”ứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvữLÔJỵÊÕẰƯƯsỳẾỨKỪÔẼỵL4ỆỐỨỆŨỳỵƯỨ=ÕỆsỳ@LẾỨKủỵĂỷỷỤ#ũỵKỆLJKỨủỵẠẮẮỤ#ũỳỵƯŨÊsỳ//LỸứẼẰỒỨKẰỐKKỒẰứỸỐ/ỐỆ@Ư/AAÁỷ/AỷẠẾÁỹẠỷỹÁÁỨẮÁẢÁÕỷ-AỷẠẾÁỹÀẠẮAẢỨẮỷẠỹỹÕỷứ@ỆẼỤỳỵẰÕỨsỳ“4KẶỒỵ=HỪỵỨKXRỐJ”ỵÊKỒỵẼÌỐKỵỐKDỐỵỐJKèỒỳỵ@LẾỨKsỳĂỷỷỳỵKỆLJKỨsỳẠẮẮỳỵ/vữ/ỤvữỤỵÊÕẰƯƯsỳỤ4ẰỤỨLỒỐỳvổSLỵÔỒỐJỵÔỪỢỐỵÊKLẰỵƯFỵỎKỘỵỎKẦỐỵÊỬỐJỵẼÌỐKỵỐKDỐỵỐJKèỒưỵÊKXRỐJỵỨŨNỐKỵỀXUÊỵẾỪ=ỵỨŨNưỵỤKẶỨỵỨŨLỊỐỵẼẨỐJỵƯỲỵỀỘỐJỵJỘỤỵÊVẰỵỐKLÍỪỵỐKẲỵKÂỒỵỨDÔứỵdQLỵẼẶỨỵÊKẶỒỵỀỒỐJỵỀE=ỵỨNỐKỵÊÂÔỵỸẲỵƯỲỵÊKLẰỵƯFỵ=HỪỵỨKXRỐJưỵỀẤỵỨKỊỵKLÌỐỵỨLỐKỵỨKEỐỵỨXRỐJỵỨKDỐỵỨXRỐJỵẶLỵÊVẰỵÊỠỐJỵỀỞỐJưỵỀỠỐJỵỸLHỐỵỨLỐKỵỨKEỐỵÊKỒỵỐJXTLỵẼÌỐKỵÊỢỵJẬỐJỵỀLÍỪỵỨŨOưỵỐKẰỐKỵÊKỘỐJỵỤKỮÊỵKỞLỵƯYÊỵỎKƠỆứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvữLÔJỵÊÕẰƯƯsỳL4ỆỐỨỆŨỳỵƯỨ=ÕỆsỳ@LẾỨKủỵĂỷỷỤ#ũỵKỆLJKỨủỵẢỷỷỤ#ũỳỵƯŨÊsỳ//LỸứẼẰỒỨKẰỐKKỒẰứỸỐ/ỐỆ@Ư/AAÁỷ/AỷÀẾÁỹỹỹĂỹỷỨÀÁẮỷÁÕỷứ@ỆẼỤụŨsÀAẮỳỵẰÕỨsỳ“4KẶỒỵ=HỪỵỨKXRỐJ”ỵÊKỒỵẼÌỐKỵỐKDỐỵỐJKèỒỳỵ@LẾỨKsỳĂỷỷỳỵKỆLJKỨsỳẢỷỷỳỵ/vữ/ỤvữỤỵÊÕẰƯƯsỳỤ4ẰỤỨLỒỐỳvb%ỵÊKẶỒỵỀEỪỵỨLHỐỵỀẤỵỨPỵÊKYÊỵỨŨẰỒỵỹẢỹỵƯỪĐỨỵÊKẶỒỵỸẲỵỹẢỹỵKỠỤỵƯỶẰỵÊKỒỵẼÌỐKỵỐKDỐỵỀẰỐJỵỀLÍỪỵỨŨOỵỨẴLỵẼÌỐKỵỸLÌỐỵỸẲỵÃỷỵƯỪĐỨỵÊKẶỒỵÊKỒỵỐJXTLỵỨKDỐỵẼÌỐKỵỐKDỐứỵb%ỵỨKYỵAưỵỨŨẰỒỵỹÃỹỵƯỪĐỨỵÊKẶỒỵÊỬỐJỵỹÃỹỵKỠỤỵƯỶẰỵÊKỒỵÊẶÊỵẼÌỐKỵỐKDỐỵỀẰỐJỵỀLÍỪỵỨŨOứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvữLÔJỵÊÕẰƯƯsỳL4ỆỐỨỆŨỳỵƯỨ=ÕỆsỳ@LẾỨKủỵÃẢĂỤ#ũỵKỆLJKỨủỵẠỹAỤ#ũỳỵƯŨÊsỳ//LỸứẼẰỒỨKẰỐKKỒẰứỸỐ/ỐỆ@Ư/AAÁỷ/AỷẠẾÁỹẠỷẢẠỷỨAAẠỹÃÕỷứ@ỆẼỤụŨsÀỹÁỳỵẰÕỨsỳ“4KẶỒỵ=HỪỵỨKXRỐJ”ỵÊKỒỵẼÌỐKỵỐKDỐỵỐJKèỒỳỵ@LẾỨKsỳÃẢĂỳỵKỆLJKỨsỳẠỹAỳỵ/vữ/ỤvữỤỵÊÕẰƯƯsỳỤ4ẰỤỨLỒỐỳvlKỆỒỵỎIỵKỒẴÊKưỵỨÝỵỐẰ=ỵỀIỐỵKIỨỵỐẦÔỵAỷAAưỵ6ỞỐỵ3LHỐỵỤKỔỐJỵ4ỴẰỵỎKẸỪỵlỂỐỵlẨỐỵƯGỵỤKỢLỵKUỤỵỸSLỵÊẶÊỵỀRỐỵỸOỵỨPỵÊKYÊỵAÀỵỎ%ỵÊKẶỒứỵ6OỐKỵỎ%ỵỸẲỒỵƯẶỐJỵỨKYỵÁỵKẲỐJỵỨỪEỐưỵỀRỐỵỸOỵỨPỵÊKYÊỵỐĐỪỵỸẲỵỨŨẰỒỵÊKẶỒỵÊKỒỵẼÌỐKỵỐKDỐỵỀẰỐJỵỀLÍỪỵỨŨOỵỨẴLỵ3ÌỐKỵỸLÌỐỵ6ẰỵỎKỒẰỵKỪ=ÌỐỵdXTỐJỵcẶỨũỵÊẦỐỵÊYỵỨNỐKỵKNỐKỵỐKỪỵÊEỪỵỨKỲÊỵỨIưỵÊKXRỐJỵỨŨNỐKỵƯGỵÊỘỵỨKHÔỵÊẶÊỵƯỪĐỨỵẦỐỵƯẶỐJỵẼẨỐJỵ#ỜLưỵƯỶẰưỵẼẶỐKỵÔ%ỵỨŨYỐJứữ/ỤvữỤỵÊÕẰƯƯsỳỤ:ỪỨKỒŨỳvẳỒẲỐJỵcẰỐữ/Ụv